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Bad Honnef Physics School Supported by the Wilhelm and Else Heraeus-Foundation Methods of Effective Field Theory and Lattice Field Theory July 24 - August 2, 2020, Physikzentrum Bad Honnef, Germany Organised by Alexei Bazavov (MSU), Nora Brambilla (TU Munich), Viljami Leino (TU Munich) and Johannes H. Weber (MSU) International advisors Andreas Kronfeld (Fermi National Accelerator Laboratory/TUM-IAS), Peter Petreczky (Brookhaven National Laboratory), Antonio Vairo (TUM) Application & more information: www.pbh.de Fees: Covering full board and lodging at the Physikzentrum Bad Honnef 200 € (for DPG members 100 €). Vincenzo Cirigliano (Los Alamos National Laboratory): Nuclear physics with applications to neutrino physics (EFT) Zohreh Davoudi (University of Maryland): Nuclear phy- sics with applications to neutrino physics (lattice) Miguel Escobedo (Galician Institute of High Energy Phy- sics): HTL, NRQCD and pNRQCD at finite temperature Zoltan Fodor (Wuppertal University): Finite-temperature QCD Martin Hoferichter (University of Bern): EFT for dark matter (detection, nucleon scattering, interactions) Peter Lepage (Cornell University): Introduction to lattice QCD Ian Moult (SLAC National Accelerator Laboratory): EFT for jets Matthias Neubert (Johannes Gutenberg University of Mainz): Introduction to Effective Field Theories Antonio Pineda (Autonomous University of Barcelona): Non-relativistic EFTs Sasa Prelovsek (University of Ljubljana): Spectroscopy of excited states on the lattice Martin Savage (University of Washington): Lattice, quantum field theory and quantum information science David Schaich (University of Liverpool): Lattice QCD simulations, Markov Chain Monte Carlo, algorithms Yukinari Sumino (Tohoku University): Perturbative cal- culations Yong Zhao (University of Kansas): Parton Distributions Functions on the lattice Speakers & Topics:

Methods of Effective Field Theory and Lattice Field Theory · Supported by the Wilhelm and Else Heraeus-Foundation Methods of Effective Field Theory and Lattice Field Theory July

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Page 1: Methods of Effective Field Theory and Lattice Field Theory · Supported by the Wilhelm and Else Heraeus-Foundation Methods of Effective Field Theory and Lattice Field Theory July

Bad Honnef Physics SchoolSupported by the Wilhelm and Else Heraeus-Foundation

Methods of Effective Field Theory and Lattice Field Theory

July 24 - August 2, 2020, Physikzentrum Bad Honnef, Germany

Organised byAlexei Bazavov (MSU), Nora Brambilla (TU Munich), Viljami Leino (TU Munich)

and Johannes H. Weber (MSU)

International advisorsAndreas Kronfeld (Fermi National Accelerator Laboratory/TUM-IAS),

Peter Petreczky (Brookhaven National Laboratory), Antonio Vairo (TUM)

Application & more information: www.pbh.de

Fees:Covering full board and lodging at the Physikzentrum Bad Honnef

200 € (for DPG members 100 €).

• Vincenzo Cirigliano (Los Alamos National Laboratory): Nuclear physics with applications to neutrino physics (EFT)

• Zohreh Davoudi (University of Maryland): Nuclear phy-sics with applications to neutrino physics (lattice)

• Miguel Escobedo (Galician Institute of High Energy Phy-sics): HTL, NRQCD and pNRQCD at fi nite temperature

• Zoltan Fodor (Wuppertal University): Finite-temperature QCD

• Martin Hoferichter (University of Bern): EFT for dark matter (detection, nucleon scattering, interactions)

• Peter Lepage (Cornell University): Introduction to lattice QCD

• Ian Moult (SLAC National Accelerator Laboratory): EFT for jets

• Matthias Neubert (Johannes Gutenberg University of Mainz): Introduction to Effective Field Theories

• Antonio Pineda (Autonomous University of Barcelona): Non-relativistic EFTs

• Sasa Prelovsek (University of Ljubljana): Spectroscopy of excited states on the lattice

• Martin Savage (University of Washington): Lattice, quantum fi eld theory and quantum information science

• David Schaich (University of Liverpool): Lattice QCD simulations, Markov Chain Monte Carlo, algorithms

• Yukinari Sumino (Tohoku University): Perturbative cal-culations

• Yong Zhao (University of Kansas): Parton Distributions Functions on the lattice

Speakers & Topics: